affine geometry

基本解釋

Firstly, this dissertation introduces the basic conceptions and relevant properties of projective geometry, affine geometry, metric geometry and Euclidean geometry used in computer vision, as well as the camera model with imaging principles.
本文首先介紹了計(jì)算機(jī)視覺中所用到的射影幾何、仿射幾何、度量幾何和歐氏幾何等各類幾何學(xué)的基本概念和相關(guān)特性；概述了攝像機(jī)模型及成像原理；
In this paper,we discuss the relation between the ordered affine geometry and the ordered affine geometry over the ordered division ring, them between the Euclidean geometry without continity and the Euclidean gemetry over the Pythagorean field.
本文討論有序仿射幾何與有序體上仿射幾何之間的聯(lián)系,以及無連續(xù)公理歐氏幾何與pythagoras域上歐氏幾何之間的聯(lián)系。
affine geometry in narrower sense
狹義仿射幾何學(xué)
Anzahl Theorems and Its Applications of Flats in Finite Affine Geometry
有限仿射幾何中關(guān)于面的計(jì)數(shù)公式及應(yīng)用
A Construction of Cartesian Authentication Code From Affine Geometry
利用仿射幾何構(gòu)造Cartesian認(rèn)證碼

仿射幾何
This method utilizes the invariant properties of affine geometry to calculate the affine invariant, which has a more fast process speed.
該方法利用仿射幾何中的特征區(qū)域面積比的不變性質(zhì)構(gòu)造仿射不變量,在處理速度上具有較為明顯的優(yōu)勢(shì)。
數(shù)學(xué)
仿射幾何
仿射幾何學(xué)